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ISCED 2 - Lower secondary level
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Auer
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1
Das Zusammenleben von Römern und Christen - Minderheiten haben's schwer Lernzirkel für den Geschichts- und Religionsunterricht der Klassen 5 bis 7
by
Gruber, Bernhard 1954-
,
Gruber, Sylvia
Published
Donauwörth
:
Auer
,
1997
Edition:
1. Aufl., nach der Neuregelung der dt. Rechtschreibung
Catalogue:
GEI
Call Number: HC-V 157(1,97)
Format:
Book
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Educational Media Metadata
School Subject (according to ISCED):
02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Textbook
Country of Use:
Germany
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Select result number 2
2
Sozialkunde Schülerarbeitsbuch für die ... Jahrgangsstufe der Hauptschule Jgst. 9
Published
Donauwörth
:
Auer
,
1988
Edition:
Neuausg., Unveränd. Nachdr., 1. Aufl., 2. [Dr.]
Catalogue:
GEI
Call Number: SDH-V 52(1,88)-9
Format:
Book
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Educational Media Metadata
School Subject (according to ISCED):
03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Textbook
School Type:
Hauptschule: Vocationally oriented secondary school ('secondary modern')
Country of Use:
Germany
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Select result number 3
3
Mitten unter euch Schülerbuch für den katholischen Religionsunterricht 9/10, Schülerbd. / von Andreas Baur ...
Published
Donauwörth
,
Hildesheim
:
Auer
,
Bernward-Verl.
,
2005
Edition:
1. Aufl., [3. Nachdruck], Bremen, Mecklenburg-Vorpommern, Niedersachsen, Nordrhein-Westfalen, Rheinland-Pfalz, Sachsen-Anhalt, Schleswig-Holstein
Catalogue:
GEI
Call Number: WD-V 5(1,2005)9/10
Format:
Book
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Educational Media Metadata
School Subject (according to ISCED):
02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Textbook
Country of Use:
Germany
Rhineland-Palatinate
Saxony-Anhalt
Schleswig-Holstein
Lower Saxony
Mecklenburg-West Pomerania
North Rhine-Westphalia
Bremen
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Select result number 4
4
Globale Entwicklung Handreichung für allgemein bildende und berufliche Schulen im Zusammenhang mit dem gleichnamigen Arbeitsbericht
Published
Donauwörth
:
Auer
,
2001
Edition:
1. Aufl
Catalogue:
GEI
Call Number: GL-V 336(1,2001)
Format:
Book
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Educational Media Metadata
School Subject (according to ISCED):
03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
Level of Education:
Vocational training - all levels
ISCED 2 - Lower secondary level
ISCED 3 - Upper secondary level
Document Type:
Teaching Aids
School Type:
Berufsbildende Schule: Further education college for vocational training
Country of Use:
Germany
Observations
Dazu erschien ein Arbeitsbericht u.d.T.: Globale Entwicklung : Arbeitsbericht zur Handreichung
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5
Geschichte für die Hauptschule Arbeitsbuch für das ... Schuljahr Schulj. 7
Published
Donauwörth
:
Auer
,
1977
Edition:
Ausg. für Bayern, 4. Aufl., 2., unveränd. Nachdr.
Catalogue:
GEI
Call Number: HDH-V 18(4,77)-7
Format:
Book
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Educational Media Metadata
School Subject (according to ISCED):
02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Textbook
School Type:
Hauptschule: Vocationally oriented secondary school ('secondary modern')
Country of Use:
Germany
Bavaria
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Select result number 6
6
Sozialkunde Schülerarbeitsbuch für die ... Jahrgangsstufe der Hauptschule 9
Published
Donauwörth
:
Auer
,
1979
Catalogue:
GEI
Call Number: SDH-V 3(1,79)-9
Format:
Book
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Educational Media Metadata
School Subject (according to ISCED):
03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Textbook
School Type:
Hauptschule: Vocationally oriented secondary school ('secondary modern')
Country of Use:
Germany
Observations
Literaturverz. S. 136
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Select result number 7
7
Ethik an Stationen 9/10 Übungsmaterial zu den Kernthemen des Lehrplans 9/10. [Sekundarstufe I. Mit Kopiervorlagen]
by
Worm, Heinz-Lothar 1947-
Published
Donauwörth
:
Auer
,
2011
Edition:
1. Aufl.
Series
Auer macht Schule Sekundarstufe I
Catalogue:
GEI
Call Number: WD-V 39(1,2011)9/10
Format:
Book
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Educational Media Metadata
School Subject (according to ISCED):
02 - Arts and humanities
022 - Humanities (except languages)
0223 - Philosophy and ethics
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Task Collection
Teaching Aids
Country of Use:
Germany
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Select result number 8
8
Von Potsdam bis ins neue Jahrtausend ausgearbeitete Unterrichtseinheiten mit Kopiervorlagen und Lösungen [Sekundarstufe 1]
Published
Donauwörth
:
Auer
,
2011
Edition:
6. aktual. Aufl.
Series
Geschichte aktuell
Catalogue:
GEI
Call Number: HK-V 335(6,2011)3L
Format:
Book
Indexes
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Educational Media Metadata
School Subject (according to ISCED):
02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Teacher's Guide
Country of Use:
Germany
Observations
Literatur- und Medienangaben
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Select result number 9
9
Erdkunde Schülerarbeitsbuch für die ... Jahrgangsstufe 7, [Schülerbd.] / erarb. von Franz Drössler ...
Published
Donauwörth
:
Auer
,
1980
Edition:
[Hauptschule]
Catalogue:
GEI
Call Number: GDH-V 29(1,80)-7
Format:
Book
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School Subject (according to ISCED):
03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0314 - Sociology and cultural studies
05 - Natural sciences, mathematics and statistics
053 - Physical sciences
0532 - Earth sciences
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Textbook
School Type:
Hauptschule: Vocationally oriented secondary school ('secondary modern')
Country of Use:
Germany
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Select result number 10
10
Friedrich der Große und Maria Theresia
Published
Donauwörth
:
Auer
,
[1956]
Series
Donauwörther Quellenbogen / Geschichte
17
Catalogue:
GEI
Call Number: HK-V 168(1,56)-17
Format:
Book
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School Subject (according to ISCED):
02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Teaching Aids
Country of Use:
Germany
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Select result number 11
11
Die Entwicklung des demokratischen Gedankens
Published
Donauwörth
:
Auer
,
[1956]
Series
Donauwörther Quellenbogen / Geschichte
18
Catalogue:
GEI
Call Number: HK-V 168(1,56)-18
Format:
Book
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School Subject (according to ISCED):
02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Teaching Aids
Country of Use:
Germany
Saved in:
Select result number 12
12
Geschichte
Published
Donauwörth
:
Auer
,
1982
Edition:
1. Aufl.
Series
Unterrichtsmodelle, erprobt / Hauptschule
Teil 6, 5. Jgs.-Stufe
Catalogue:
GEI
Call Number: HK-V 38(1,82)-6L
Format:
Book
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02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Teaching Aids
School Type:
Hauptschule: Vocationally oriented secondary school ('secondary modern')
Country of Use:
Germany
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Select result number 13
13
Moralisch-ethische Konflikte - die Antworten der Weltreligionen Materialien zu den Positionen von Christen, Juden und Muslimen
by
Hausotter, Andreas
Published
Augsburg
:
Auer
,
2018
Edition:
3. Auflage
Catalogue:
GEI
Call Number: WD-V 51(3,2018)
Format:
Book
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Educational Media Metadata
School Subject (according to ISCED):
02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Teaching Aids
Country of Use:
Germany
Observations
Auf dem Buchdeckel: Sekundarstufe I, mit Kopiervorlagen
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Select result number 14
14
Ethik für Fachfremde und Berufseinsteiger komplett ausgearbeitete Unterrichtseinheiten und direkt einsetzbare Praxismaterialien Klassen 5/6
by
Richling, Michael
Published
Augsburg
:
Auer
,
2016
Edition:
Sekundarstufe I, 1. Auflage
Catalogue:
GEI
Call Number: WC-V 172(1,2016)5/6
Format:
Book
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Educational Media Metadata
School Subject (according to ISCED):
02 - Arts and humanities
022 - Humanities (except languages)
0223 - Philosophy and ethics
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Teacher's Guide
Country of Use:
Germany
Observations
Mit Kopiervorlagen - Cover
Saved in:
Select result number 15
15
Katholische Religion an Stationen - Inklusion Materialien zur Einbindung und Förderung lernschwacher Schüler Klasse 7/8
by
Sommer, Sandra 19XX-
Published
Donauwörth
:
Auer
,
2014
Edition:
1. Auflage
Series
Inklusion für differenzierten Unterricht
Immer besser unterrichten Sekundarstufe I
Catalogue:
GEI
Call Number: WD-V 157(1,2014)7/8
Format:
Book
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School Subject (according to ISCED):
02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Task Collection
Teaching Aids
Country of Use:
Germany
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Select result number 16
16
Stationentraining Mittelalter Materialien zum Erstellen eines Lernzirkels ; [mit Kopiervorlagen ; Sekundarstufe I]
Published
Donauwörth
:
Auer
,
2011
Edition:
1. Aufl.
Catalogue:
GEI
Call Number: HC-V 165(1,2011)2
Format:
Book
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School Subject (according to ISCED):
02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Teaching Aids
Country of Use:
Germany
Saved in:
Select result number 17
17
Sozialkunde Schülerarbeitsbuch für die ... Jahrgangsstufe der Hauptschule Jgst. 8
Published
Donauwörth
:
Auer
,
1987
Edition:
Neuausg., 1. Aufl.
Catalogue:
GEI
Call Number: SDH-V 52(1,87)-8
Format:
Book
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Educational Media Metadata
School Subject (according to ISCED):
03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Textbook
School Type:
Hauptschule: Vocationally oriented secondary school ('secondary modern')
Country of Use:
Germany
Observations
Literaturverz. S. 147
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Select result number 18
18
Unterrichtssequenzen Geschichte, Sozialkunde, Erdkunde Geschichte und Gegenwart des menschlichen Lebensraums im integrativen Unterricht der Hauptschule Jgst. 6 / Franz Dürheim ...
Published
Donauwörth
:
Auer
,
1998
Edition:
1. Aufl.
Catalogue:
GEI
Call Number: SCH-V 10(1,98)-6
Format:
Book
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Educational Media Metadata
School Subject (according to ISCED):
03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
0314 - Sociology and cultural studies
05 - Natural sciences, mathematics and statistics
053 - Physical sciences
0532 - Earth sciences
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Textbook
School Type:
Hauptschule: Vocationally oriented secondary school ('secondary modern')
Country of Use:
Germany
Bavaria
Observations
Literatur- und Medienangaben
Saved in:
Select result number 19
19
Die schnelle Stunde Geschichte 30 originelle Unterrichtsstunden ganz ohne Vorbereitung; [ideal für Vertretungsstunden]
by
Baumann, Christina
Published
Donauwörth
:
Auer
,
2012
Edition:
1. Auflage
Series
Auer Sekundarstufe I
Auer macht Schule
Catalogue:
GEI
Call Number: HC-V 284(1,2012)
Format:
Book
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02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Teaching Aids
Country of Use:
Germany
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Select result number 20
20
Erster Weltkrieg Schüler werden Experten: Lesen - Forschen - Präsentieren ; Materialien zur selbstständigen Themenbearbeitung in der Sekundarstufe I ; [mit Kopiervorlagen]
by
Papenberg, Helmut
Published
Donauwörth
:
Auer
,
2014
Edition:
1. Aufl.
Series
Auer Sekundarstufe I
Catalogue:
GEI
Call Number: HD-V 425(1,2014)
Format:
Book
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Educational Media Metadata
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02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Teaching Aids
Country of Use:
Germany
Saved in:
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![Ethik an Stationen 9/10 Übungsmaterial zu den Kernthemen des Lehrplans 9/10. [Sekundarstufe I. Mit Kopiervorlagen]](data:image/jpg;base64,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)
![Von Potsdam bis ins neue Jahrtausend ausgearbeitete Unterrichtseinheiten mit Kopiervorlagen und Lösungen [Sekundarstufe 1]](data:image/jpg;base64,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)
![Stationentraining Mittelalter Materialien zum Erstellen eines Lernzirkels ; [mit Kopiervorlagen ; Sekundarstufe I]](data:image/jpg;base64,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)
![Die schnelle Stunde Geschichte 30 originelle Unterrichtsstunden ganz ohne Vorbereitung; [ideal für Vertretungsstunden]](data:image/jpg;base64,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)
![Erster Weltkrieg Schüler werden Experten: Lesen - Forschen - Präsentieren ; Materialien zur selbstständigen Themenbearbeitung in der Sekundarstufe I ; [mit 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)